Write an equation of a circle, give its standard form and general form
Radius 2; tangent to x = 2 and y = -1 and above and to the right of these lines
Please help me with this and show the solution... Thanks!
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Write an equation of a circle, give its standard form and general form
Radius 2; tangent to x = 2 and y = -1 and above and to the right of these lines
Please help me with this and show the solution... Thanks!
hiQuote:
Originally Posted by lance
you will need to find the centre of the circle which is (4,1)
tangent at x=2 , move 2 units to the right
tangent at y=-1 , move 2 units up
so equation : (x-4)^2+(y-1)^2=2^2
expand it to get other forms .
posted by Lance,
Hi Lance,
Statement on line 2 beginning radius=2 is incomplete without additional info.Missing something like the equation of the tangent line?
bjh
